Sb39 petergunnfullscore

Superbrass Music Score in C

Trumpet 1



Peter Gunn

Composed by Henry Mancini Arranged by Jock McKenzie Edited by Roger Argente

THEME

 

Driving Rock Tempo q = 120









Trumpet 2

 









Trumpet 3

 









Trumpet 4

 

















 









Trombone 2

  









Trombone 3

  





  Bass Trombone  





Horn in F

Trombone 1

  

           

      

             mf

       

mf

               Tuba                         mf

Drum Kit

Percussion: Congas



 

  

 

 

 

 

mf





   

    

All Rights Reserved © 2014 Superbrass Music www.superbrass.co.uk

       

         

2



A

5









Tpt 2









Tpt 3









Tpt 4

 







  























Tpt 1.

Hrn

Tbn 1



Tbn 2



Tbn 3



      

 

     

 

        

      

 

     

 

        

mf

B Tbn

Tuba

Drms

Perc





mf

      



 



         

mf



mf

  

 

         

         

        

mf

 

 

        

 



B

8

3









Tpt 2









Tpt 3









Tpt 4

 







 Hrn   



Tpt 1.

 Tbn 1 

Tbn 2



Tbn 3

B Tbn

Tuba

Drms

Perc





 

 



  sfp

f

 sfp



  



  



f

 sfp



f

         

 

mf

      

        

         

 

mf

      

        

 

mf

      

        

  

          



   



            

 

   





 



mf

  

mf

4



11









Tpt 2









Tpt 3









Tpt 4

 







Tpt 1.

 Hrn     Tbn 1 

Tbn 2

Tuba

Drms

Perc







sfp

f

   



sfp 

f

   



 



         

3  

 

 













         





         



3

 3

sfp

f



        

        

        



        

        

        

  

        

        

        









 









Tbn 3

B Tbn



 

    







Tpt 1.



Tpt 2

Tpt 3

Tpt 4



14





Drms

Perc

 

3 

 

3



f

 



















 

3 

 



3  

 



3    

  



 



 





   

3      

  

3



 







3

3

  



3





3

3











3

 3

  

  

f

 

f

f



f 3









3  

 





 



f  

f



        

        

        



        

        

        

  

        

        

        









 







Tbn 3

Tuba

    



 Tbn 1

B Tbn



 

   Hrn    

Tbn 2









5

6

Tpt 1.



C

  

  



  





  



 



sfp

   



 

sfp

  

17

 

sfp



Tpt 2



Tpt 3

Tpt 4





 

sfp  

sfp  

 Hrn        Tbn 1

 

Tbn 2



Tbn 3

B Tbn

Tuba

Drms

Perc





   

   



 



 sfp

 



sfp

f

f

f

f

f





  



   



f

f

 

 

sfp

   

f





   





sfp

f

    



sfp

    

f





    







   





sfp

  

f



sfp

f

   



sfp  

f



sfp

f

                 

f

                 

                 

f

                 

                 

                 

f

            







      







f

f

Tpt 1.



Tpt 2



          



         

 

3

3

     

     

 



3               



3             



3     3            



3

3

3

3

 

3

3

3

 3             Hrn        

 3   3  3                                               Tbn 1  3

      

Tbn 2



Tuba

Drms

Perc

     3

3



3

3

                 3

3

3

  

         

                          

         

                          

           

                          

Tbn 3

B Tbn



7

3                3

3

Tpt 3

Tpt 4

             

21

















 









D        Tpt 1. 









       









      







               

   Tpt 4       







           

8

25

mf 2x only

Tpt 2

mf 2x only

Tpt 3

mf 2x only

mf 2x only

       Hrn         mp

Tbn 1

    F7(#9)   



ad lib solo

Tbn 2

Tbn 3

B Tbn

Tuba



      







    







p

p

        

  







    







      



    



                                      

mp



   

 





 

mp

                                          mp

Drms

Perc







   









 

                mp

 

mp

     













Tpt 1.



Tpt 2







                 









               









               









   



Tpt 3

Tpt 4



9

29





     mf



 



mf

      Hrn        Tbn 1





Tbn 3

Tuba

Drms

Perc



     

Tbn 2

B Tbn

 





 

      







    





   



         





   

 

p

p

p

      

p

   

    







  



 







                                      mp

   









 

                                      

  













 

 









 

E        Tpt 1. 









       









      

              



          

        

              



          

10

33

mf 1x only

Tpt 2

mf 1x only

Tpt 3

mf 1x only

Tpt 4

  Hrn     Tbn 1

Tbn 3

Tuba

Drms

Perc

     

mf 2x only

   

Tbn 2

B Tbn

mf 1x only



both x

both x



 













      



mf

     





    





                                      

mf







p







      









      



mf 2x only













     p



mf

                                          

mf



 

                mf

 

mf

     























 

Tpt 2













Tpt 3

 

              



          



Tpt 4

  

              



          

 

Tpt 1.



11

37

     Hrn      Tbn 1



Tbn 2

mf

 





     



mf



Tbn 3



 

 

 

       













      







         



 



p







       p

                                      mf

B Tbn

Tuba

Drms

Perc





   









 

                                      

  













 

 









 

12



F

41











Tpt 2











Tpt 3











Tpt 4

 



























Tpt 1.

     Hrn      Tbn 1



mf





     

Tbn 2

mf



Tbn 3





                                     mf

B Tbn

Tuba

Drms

Perc





                                     mf

      



 



            

mf



mf















       







Tpt 1.



45



Tpt 2



Tpt 3



Tpt 4





13

G

















  

  sfp

f

  

  sfp

f

 Hrn       Tbn 1



Tbn 2



  

sfp

f





   



Tuba

Drms

Perc





 

sfp

f





    



sfp

f





                 

   





mf





    

                  

                     

 

f

                 

mf

B Tbn

 

sfp





                   mf

Tbn 3

 

    





                 

            







      







mf

mf

14

Tpt 1.



49

 

Tpt 2

 

 3                

Tpt 3

 3  Tpt 4               3             Hrn          Tbn 1 

Tbn 2



Tbn 3

B Tbn

Tuba

Drms

Perc









  

 

 3   3  3          

 3   3  3               3   3  3              





3       



3      



3    

  

f

 

f

f

3

   f

 

3

      

f 3

    f

     

3

         

                    

         

                          





            







f



                          











 









Tpt 1.



H

    

  

  

  





  



 



sfp

   



 

sfp

  

53

sfp

 

Tpt 2

sfp



Tpt 3

Tpt 4





 

sfp  

 Hrn        Tbn 1

 

Tbn 2



Tbn 3

B Tbn

Tuba

Drms

Perc





   

   



 



 sfp

 



sfp

f

f

f

f

f





  



   



f

f

 

 

sfp

f





   





sfp

f

    



sfp

  

15

   

f

    



sfp

f



    

sfp

f

   



sfp  

f



   



sfp

f



   f



 

   f



     

f

                 

f

                 

                 

f

                 

                 

                 

f

            







      







f

f

16

Tpt 1.



Tpt 2

             



          



         

 

57

3

3

 Tpt 4        

     

 



    

3               



    

3             



    

3     3            



    

3

3

Tpt 3

3                3

3

3

3

 

3

3

3

 3             Hrn        

 3   3  3                                               Tbn 1  3

      

Tbn 2



Tuba

Drms

Perc

     3



3

3

                 3

3

3

 

         

                          

         

                          

           

                          

Tbn 3

B Tbn



3



















 











I

           

17

          3

            



           

           3

              



             3

            3

           3

               3



           Tpt 4    3

            3

           3

               3



Tpt 1.

           

          

61

più f

Tpt 2

più f

Tpt 3

3

3

più f

più f

 Hrn      Tbn 1  

3

3

    sfz



 

sfz





  





   

   



   



 Tuba     



Tbn 2

Tbn 3

B Tbn

Drms

Perc







 

sfz



sfz

    sfz





  



sfz

sfz



     



    

mp

   

    



    

  

sfz

    



   

  

    



   



  

sfz

 sfz

sfz



    

    





  

     

sfz sfz



   



sfz

    



  

sfz

3

    



 

3

sfz

    



  



sfz

sfz

sfz sfz

sfz sfz

sfz sfz

sfz sfz

sfz sfz

         

mp

mp

mp

mp

mp

sfz sfz

     

sfz sfz

mp



18

Tpt 1.



 

Tpt 2



Tpt 3

Tpt 4

J

65



 



      

                  

      

                  

      

mp poco a poco cresc.



mp poco a poco cresc.

 

mp poco a poco cresc.

      

 

     

mp poco a poco cresc.

 

Tbn 2



Tbn 3

B Tbn

Tuba





 

mp poco a poco cresc.





                  

   Hrn    Tbn 1



     

mp poco a poco cresc.



             



       

     



     

     



   



    



    

                                     mp poco a poco cresc.

                                     mp poco a poco cresc.

                                       mp poco a poco cresc.

Drms

Perc





 

            







      







mp poco a poco cresc.

mp poco a poco cresc.

Tpt 1.



 

Tpt 2



Tpt 3

Tpt 4

69

 







Tbn 2



Tbn 3



              

   

      

                  

      

              

  

      

           

  

    

              

   

      

                  

      

ff

 ff

 ff

ff



      

ff

  Hrn     Tbn 1

                  



ff

 ff

                                     ff

B Tbn

Tuba

Drms

Perc





                                     ff

                                       

ff



 

ff

ff

















19

20



K

73











Tpt 2











Tpt 3











Tpt 4

 









  





























Tpt 1.

Hrn

Tbn 1



Tbn 2



Tbn 3



   



                                         mf

B Tbn



 Tuba        Drms

Perc



 

                   



mf

   

          







  



mf













mf





play

                     

 

  

 

        

L ad lib solo use plunger effects    G7(#9) Tpt 1.          77

       

   

       

   

    Tpt 4       

   

21







   

   







   

   







   

   





  







plunger 2x only

Tpt 2

mp





plunger 2x only

Tpt 3

mp



plunger 2x only

mp

    Hrn             mp

      Tbn 1   mp

Tbn 2

Tbn 3

B Tbn

Tuba

Drms

Perc



    plunger 2x only

        

    











             

    









     



     



                                      



mp



   

 

   

   







 

mp

                                          

mp



 

              







     







mp

 

mp

22

Tpt 1.



81

 





     

   

     

   

   Tpt 4     

   

Tpt 2

Tpt 3

      Hrn       

      Tbn 1 

   









       



   

   









   

   









   

   





 

  



  







 





 







        

    

    







Tbn 2



    

Tbn 3



                                     

B Tbn

Tuba

Drms

Perc







   



   

   



 







    





mp

   









 

                                      

  













 

 









 

M   Tpt 1.    85

Tpt 2

gradually build intensity



       

   

       

   

mf

Tpt 3

mf

Tpt 4

     

  Hrn      



   

Tbn 2

mf

Tbn 3

B Tbn

Tuba

Drms

Perc







 smear   

        plunger





   

 

 smear   

     Tbn 1   mf



23

mf

mf





 sfz



sfz

 

   

   

   

   

 

 









   



   



   

   



    

   

 sfz

 sfz









 



    



                                      









mf

                                          

mf



 

           







 







mf

mf

     

24

Tpt 1.



Tpt 2

Tpt 3

Tpt 4





     

   

     

   

  

 Hrn     Tbn 1





 smear   

      

   



Tbn 3





   





 smear   

   



Tbn 2



 













89

 



   sfz

 sfz

 

   

   

   

   

 



   



   



   

   



    

   

 sfz

 sfz



 



  





 







                                      mf

B Tbn

Tuba

Drms

Perc





   









 

                                      

  













 

 









 



N

93

25











Tpt 2











Tpt 3











Tpt 4

 









  





























Tpt 1.

Hrn

Tbn 1



Tbn 2



Tbn 3



                                     mf

B Tbn

Tuba

Drms

Perc





                                     mf

      



 







 fill

            





             

  







mf



26



O

97











Tpt 2











Tpt 3



Tpt 1.

Tpt 4





  

  sfp

f

  

  sfp

f

 Hrn       Tbn 1



Tbn 2



  

sfp

f





   



Tuba

Drms

Perc





 

sfp

f





    



sfp

f





                 

   





mf





    

                  

                     

 

f

                 

mf

B Tbn

 

sfp





                   mf

Tbn 3

 

    





                 

            







      







mf

mf

Tpt 1.



101

 

Tpt 2

 

 3                

Tpt 3

 3  Tpt 4               3             Hrn          Tbn 1 

Tbn 2



Tbn 3

B Tbn

Tuba

Drms

Perc









  

 

 3   3  3          

 3   3  3               3   3  3              





3       



3      



3    

  

f

 

f

f

3

   f

 

3

      

f 3

    f

     

3

         

                    

         

                          





            







f



                          











 









27

28

Tpt 1.



P

  

  

  

  





  



 



sfp

   



 

sfp

  

105

 

sfp

 

Tpt 2

sfp

Tpt 3

Tpt 4





 



 

sfp

 Hrn        Tbn 1

 

Tbn 2



Tbn 3

B Tbn

Tuba

Drms

Perc





   

   



 



 sfp

 



sfp

f

f

f

f

f





  



   



f

f

 

 

sfp

   

f





   





sfp

f

    



sfp

  

f

    



sfp

f



    

sfp

f

   



sfp  

f



   



sfp

f



   f



 

   f



     

f

                 

f

                 

                 

f

                 

                 

                 

f

            







      







f

f

Tpt 1.



Tpt 2



          



         

 

3

3

     

     

 

29

3                3

3

Tpt 3

Tpt 4

             

109



3

3               





 

3             

     



 

3     3            

     



 





  

      



 

      



 

3

3

3

 

3

3

3

mp

mp

 3             Hrn        

 3   3  3                                               Tbn 1  3

      

Tbn 2



Tuba

Drms

Perc

     3



3

3

                 3

3

3

mp

mp

         

                          

         

                          

           

                          

Tbn 3

B Tbn



3

mp







mp

mp

mp









 







mp

mp

 

30

Tpt 1.



Tpt 2

Tpt 3

Tpt 4





     

 off with kit                             

    



     

                      

 

     



     

                         

 

   



     

                         

 

113

 



    Hrn   

     Tbn 1      

Tbn 2



mf

mf

mf

mf



     mf



     



    

mf

mf

molto rall. f

f

f

f



                    f                



                  

   

     

 



f

                  



                  





                     





Tbn 3

mf

B Tbn

Tuba

Drms

Perc







mf

mf



 



 mf



mf

                       

f



 

f

     



 

  

f



f

f

 

  f          f



 

        f

  

       